Solve inequality
number of positive integral values of x satisfying the inequality

$$\begin{gathered} \frac{(x-4{)}^{2013}.(x+8{)}^{2014}(x+1)}{x^{2016}(x-2{)}^3.(x+3{)}^5.(x-6)(x+9{)}^{2012}}\le 0 is \\ \left(b\right)1 \left(c\right)2 \end{gathered}$$